Math 116 Outline - Fall 2006

(Calculus, Single Variable, by Hughes-Hallett, Gleason, et al, 4th Edition)

Date Section Topic
8/28 Chapter 5 Review
8/30 6.1, 6.2 Antiderivatives graphically,numerically, and analytically (review)
9/1 6.3 Differential Equations
9/4 No Class Labor Day
9/6 6.4 The Second Fundamental Theorem of Calculus
9/8 7.1 Integration by Substitution
9/11 7.2 Integration by Parts
9/13 7.4 Algebraic Identities
9/15 7.4 Trigonometric Substitution
9/16 7.5 Approximating definite integrals
9/18 7.7 Improper integrals
9/20 7.8 Comparison tests for improper integrals
9/22 8.1 Areas and volumes
9/25 8.2 Applications to Geometry
9/27 4.8 Parametric Equations
9/29 --- Review Exam 1
10/2 --- Review Exam 1 (Exam 1 is on Oct. 3, 6-8 PM)
10/4 8.3 Area and arc length in polar coordinates
10/6 In class gateway exam
10/9 8.4 Density and center of mass
10/11 8.5 Applications to Physics
10/13 9.1 Geometric series
10/16 9.2 Convergence of sequences and series
10/18 9.3 Tests for convergence
10/20 9.4 Tests for convergence
10/23 9.5 Power Series and interval of convergence
10/25 10.1 Taylor polynomials
10/27 10.2 Taylor series
10/30 --- Catch up
11/1 --- Catch up
11/3 --- Review for Exam 2
11/5 --- Review for Exam 2 (Exam 2 is on Nov. 6, 6-8 PM)
11/7 10.3 Finding and using Taylor series
11/9 10.4 The error in Taylor polynomial approximations
11/12 11.1 What is a differential equation?
11/14 11.4 Separation of variables
11/16 11.5 Growth and decay
11/19 No Class Thanksgiving
11/21 No Class Thanksgiving
11/23 No Class Thanksgiving
11/26 11.5 Growth and decay
11/28 Appendix B Polar coordinates, Complex Numbers
11/30 Appendix B Polar coordinates, Complex Numbers
12/2 --- Review for final exam
12/4 --- Review for final exam